@keyframes rwdcur235348 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur235348 0.53333333333333s linear infinite forwards;
}
